If an original conditional statement is represented using p → q, which represents the converse?

he is basically saying it is the 3rd option

Converse : q → p

Step-by-step explanation:

 Given: The original conditional statement is represented using p → q

We have to represent the converse of the given statement.

Conditional statement is a statement having two events that are joined with some condition.

Example : If there is no school, then it is the weekend.

Here, There is no school is the hypothesis and

its a weekend is the conclusion

Converse of a  statement  is written when we interchange the hypothesis and the conclusion.

Converse of above statement is :

If its a weekend then there is no school.

Thus for the given statement   p → q

Means if p then q

So the converse is if q then p

That is  q → p

the answer is true.

step-by-step explanation:

step-by-step explanation:

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